Proof and Problem Solving - Partial Order Example 01

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We work with the partial order R1 on A1 and partial order R2 on A2. A partial order is just a relation with reflexive, antisymmetric, and transitive properties.

We show that R1 union R2 union (A1 x A2) is a partial order on A1 union A2 by showing that R1 union R2 union (A1 x A2) is reflexive, antisymmetric, and transitive on A1 union A2.

  1. Adam Panagos
  2. Partial Order
  3. partial order relations
  4. partial orders discrete math
  5. partial order relation discrete math
  6. discrete math partial order
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Is antisymmetris the same as not symmetric?

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